New posts in proof-writing

Events that carry negative information

Is this a valid deductive proof of $2^x \geq x^2$ for all $x \geq 4$?

For which natural numbers $n$ is $\sqrt n$ irrational? How would you prove your answer? [duplicate]

What is the correct way of disproving a mathematical statement?

Prove that $2^n$ does not divide $n!$

Show that the closure of a set A is the smallest closed set containing A.

Proving if $b^k = a$ and $\text{ord}(a) = n$ then $\text{ord}(b) = kn$.

Properties of sequence

Show that every local homeomorphism is continuous and open therefore bijective local homeomorphism is a homeomorphism

Proving every infinite set $S$ contains a denumerable subset

I am looking for class of math problems which are provable in ZF if and only if they are provable in ZFC

Prove $1+\frac{1}{\sqrt{2}}+\frac{1}{\sqrt{3}}+\dots+\frac{1}{\sqrt{n}} > 2\:(\sqrt{n+1} − 1)$

Does every compact set in a normed space with a non-trivial interior has 2 path connected points in the boundary?

What is the proof of the Binomial Theorem, other than the induction method? How can we find the expansion of binomails with indices like 2n, 3n, 4n..?

Prove that $A \subset B$ if and only if $A \cap B = A$

Prove that there is no smallest positive real number

Proof: Is there a line in the xy plane that goes through only rational coordinates?

Using limits properties when proving using epsilon-delta definition.

Show that $A\cap B\subseteq A$ and $A\subseteq A\cup B$

Prove $|a+b|+|a-b| \geq |a|+|b|$